Difference between revisions of "User:Joannac/USA4"

From Geohashing
imported>Joannac
(removing grats part 2. yes I know this is hacky)
imported>Joannac
 
(4 intermediate revisions by the same user not shown)
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|[[60,-165|•]]
+
|bgcolor="blue"|[[60,-165|•]]
|[[60,-164|•]]
+
|bgcolor="blue"|[[60,-164|•]]
|[[60,-163|•]]
+
|bgcolor="blue"|[[60,-163|•]]
|[[60,-162|•]]
+
|bgcolor="blue"|[[60,-162|•]]
|[[60,-161|•]]
+
|bgcolor="blue"|[[60,-161|•]]
|[[60,-160|•]]
+
|bgcolor="blue"|[[60,-160|•]]
|[[60,-159|•]]
+
|bgcolor="blue"|[[60,-159|•]]
|[[60,-158|•]]
+
|bgcolor="blue"|[[60,-158|•]]
|[[60,-157|•]]
+
|bgcolor="blue"|[[60,-157|•]]
|[[60,-156|•]]
+
|bgcolor="blue"|[[60,-156|•]]
|[[60,-155|•]]
+
|bgcolor="blue"|[[60,-155|•]]
|[[60,-154|•]]
+
|bgcolor="blue"|[[60,-154|•]]
|[[60,-153|•]]
+
|bgcolor="blue"|[[60,-153|•]]
|[[60,-152|•]]
+
|bgcolor="blue"|[[60,-152|•]]
|[[60,-151|•]]
+
|bgcolor="blue"|[[60,-151|•]]
|[[60,-150|•]]
+
|bgcolor="blue"|[[60,-150|•]]
|[[60,-149|•]]
+
|bgcolor="blue"|[[60,-149|•]]
|[[60,-148|•]]
+
|bgcolor="blue"|[[60,-148|•]]
|[[60,-147|•]]
+
|bgcolor="blue"|[[60,-147|•]]
|[[60,-146|•]]
+
|bgcolor="blue"|[[60,-146|•]]
|[[60,-145|•]]
+
|bgcolor="blue"|[[60,-145|•]]
|[[60,-144|•]]
+
|bgcolor="blue"|[[60,-144|•]]
|[[60,-143|•]]
+
|bgcolor="blue"|[[60,-143|•]]
|[[60,-142|•]]
+
|bgcolor="blue"|[[60,-142|•]]
|[[60,-141|•]]
+
|bgcolor="blue"|[[60,-141|•]]
|[[60,-140|•]]
+
|bgcolor="blue"|[[60,-140|•]]
|[[60,-139|•]]
+
|bgcolor="blue"|[[60,-139|•]]
 
|colspan="212"|
 
|colspan="212"|
 
|-
 
|-
 
|height = "15" colspan="20"|
 
|height = "15" colspan="20"|
|[[59,-167|•]]
+
|bgcolor="blue"|[[59,-167|•]]
|[[59,-166|•]]
+
|bgcolor="blue"|[[59,-166|•]]
|[[59,-165|•]]
+
|bgcolor="blue"|[[59,-165|•]]
|[[59,-164|•]]
+
|bgcolor="blue"|[[59,-164|•]]
|[[59,-163|•]]
+
|bgcolor="blue"|[[59,-163|•]]
|[[59,-162|•]]
+
|bgcolor="blue"|[[59,-162|•]]
|[[59,-161|•]]
+
|bgcolor="blue"|[[59,-161|•]]
|[[59,-160|•]]
+
|bgcolor="blue"|[[59,-160|•]]
|[[59,-159|•]]
+
|bgcolor="blue"|[[59,-159|•]]
|[[59,-158|•]]
+
|bgcolor="blue"|[[59,-158|•]]
|[[59,-157|•]]
+
|bgcolor="blue"|[[59,-157|•]]
|[[59,-156|•]]
+
|bgcolor="blue"|[[59,-156|•]]
|[[59,-155|•]]
+
|bgcolor="blue"|[[59,-155|•]]
|[[59,-154|•]]
+
|bgcolor="blue"|[[59,-154|•]]
|[[59,-153|•]]
+
|bgcolor="blue"|[[59,-153|•]]
|[[59,-152|•]]
+
|bgcolor="blue"|[[59,-152|•]]
|[[59,-151|•]]
+
|bgcolor="blue"|[[59,-151|•]]
|[[59,-150|•]]
+
|bgcolor="blue"|[[59,-150|•]]
|[[59,-149|•]]
+
|bgcolor="blue"|[[59,-149|•]]
|[[59,-148|•]]
+
|bgcolor="blue"|[[59,-148|•]]
|[[59,-147|•]]
+
|bgcolor="blue"|[[59,-147|•]]
|[[59,-146|•]]
+
|bgcolor="blue"|[[59,-146|•]]
 
|colspan="1"|
 
|colspan="1"|
|[[59,-144|•]]
+
|bgcolor="blue"|[[59,-144|•]]
|[[59,-143|•]]
+
|bgcolor="blue"|[[59,-143|•]]
 
|colspan="1"|
 
|colspan="1"|
|[[59,-141|•]]
+
|bgcolor="blue"|[[59,-141|•]]
|[[59,-140|•]]
+
|bgcolor="blue"|[[59,-140|•]]
|[[59,-139|•]]
+
|bgcolor="blue"|[[59,-139|•]]
|[[59,-138|•]]
+
|bgcolor="blue"|[[59,-138|•]]
|[[59,-137|•]]
+
|bgcolor="blue"|[[59,-137|•]]
|[[59,-136|•]]
+
|bgcolor="blue"|[[59,-136|•]]
|[[59,-135|•]]
+
|bgcolor="blue"|[[59,-135|•]]
|[[59,-134|•]]
+
|bgcolor="blue"|[[59,-134|•]]
 
|colspan="211"|
 
|colspan="211"|
 
|-
 
|-
 
|height = "15" colspan="25"|
 
|height = "15" colspan="25"|
|[[58,-162|•]]
+
|bgcolor="blue"|[[58,-162|•]]
|[[58,-161|•]]
+
|bgcolor="blue"|[[58,-161|•]]
|[[58,-160|•]]
+
|bgcolor="blue"|[[58,-160|•]]
|[[58,-159|•]]
+
|bgcolor="blue"|[[58,-159|•]]
|[[58,-158|•]]
+
|bgcolor="blue"|[[58,-158|•]]
|[[58,-157|•]]
+
|bgcolor="blue"|[[58,-157|•]]
|[[58,-156|•]]
+
|bgcolor="blue"|[[58,-156|•]]
|[[58,-155|•]]
+
|bgcolor="blue"|[[58,-155|•]]
|[[58,-154|•]]
+
|bgcolor="blue"|[[58,-154|•]]
|[[58,-153|•]]
+
|bgcolor="blue"|[[58,-153|•]]
|[[58,-152|•]]
+
|bgcolor="blue"|[[58,-152|•]]
|[[58,-151|•]]
+
|bgcolor="blue"|[[58,-151|•]]
 
|colspan="12"|
 
|colspan="12"|
|[[58,-138|•]]
+
|bgcolor="blue"|[[58,-138|•]]
|[[58,-137|•]]
+
|bgcolor="blue"|[[58,-137|•]]
|[[58,-136|•]]
+
|bgcolor="blue"|[[58,-136|•]]
|[[58,-135|•]]
+
|bgcolor="blue"|[[58,-135|•]]
|[[58,-134|•]]
+
|bgcolor="blue"|[[58,-134|•]]
|[[58,-133|•]]
+
|bgcolor="blue"|[[58,-133|•]]
 
|colspan="210"|
 
|colspan="210"|
 
|-
 
|-
 
|height = "15" colspan="17"|
 
|height = "15" colspan="17"|
|[[57,-170|•]]
+
|bgcolor="blue"|[[57,-170|•]]
 
|colspan="11"|
 
|colspan="11"|
|[[57,-158|•]]
+
|bgcolor="blue"|[[57,-158|•]]
|[[57,-157|•]]
+
|bgcolor="blue"|[[57,-157|•]]
|[[57,-156|•]]
+
|bgcolor="blue"|[[57,-156|•]]
|[[57,-155|•]]
+
|bgcolor="blue"|[[57,-155|•]]
|[[57,-154|•]]
+
|bgcolor="blue"|[[57,-154|•]]
|[[57,-153|•]]
+
|bgcolor="blue"|[[57,-153|•]]
|[[57,-152|•]]
+
|bgcolor="blue"|[[57,-152|•]]
 
|colspan="15"|
 
|colspan="15"|
|[[57,-136|•]]
+
|bgcolor="blue"|[[57,-136|•]]
|[[57,-135|•]]
+
|bgcolor="blue"|[[57,-135|•]]
|[[57,-134|•]]
+
|bgcolor="blue"|[[57,-134|•]]
|[[57,-133|•]]
+
|bgcolor="blue"|[[57,-133|•]]
|[[57,-132|•]]
+
|bgcolor="blue"|[[57,-132|•]]
 
|colspan="209"|
 
|colspan="209"|
 
|-
 
|-
 
|height = "15" colspan="18"|
 
|height = "15" colspan="18"|
|[[56,-169|•]]
+
|bgcolor="blue"|[[56,-169|•]]
 
|colspan="7"|
 
|colspan="7"|
|[[56,-161|•]]
+
|bgcolor="blue"|[[56,-161|•]]
|[[56,-160|•]]
+
|bgcolor="blue"|[[56,-160|•]]
|[[56,-159|•]]
+
|bgcolor="blue"|[[56,-159|•]]
|[[56,-158|•]]
+
|bgcolor="blue"|[[56,-158|•]]
|[[56,-157|•]]
+
|bgcolor="blue"|[[56,-157|•]]
|[[56,-156|•]]
+
|bgcolor="blue"|[[56,-156|•]]
 
|colspan="1"|
 
|colspan="1"|
|[[56,-154|•]]
+
|bgcolor="blue"|[[56,-154|•]]
|[[56,-153|•]]
+
|bgcolor="blue"|[[56,-153|•]]
 
|colspan="17"|
 
|colspan="17"|
|[[56,-135|•]]
+
|bgcolor="blue"|[[56,-135|•]]
|[[56,-134|•]]
+
|bgcolor="blue"|[[56,-134|•]]
|[[56,-133|•]]
+
|bgcolor="blue"|[[56,-133|•]]
|[[56,-132|•]]
+
|bgcolor="blue"|[[56,-132|•]]
|[[56,-131|•]]
+
|bgcolor="blue"|[[56,-131|•]]
|[[56,-130|•]]
+
|bgcolor="blue"|[[56,-130|•]]
 
|colspan="208"|
 
|colspan="208"|
 
|-
 
|-
 
|height = "15" colspan="24"|
 
|height = "15" colspan="24"|
|[[55,-163|•]]
+
|bgcolor="blue"|[[55,-163|•]]
|[[55,-162|•]]
+
|bgcolor="blue"|[[55,-162|•]]
|[[55,-161|•]]
+
|bgcolor="blue"|[[55,-161|•]]
|[[55,-160|•]]
+
|bgcolor="blue"|[[55,-160|•]]
|[[55,-159|•]]
+
|bgcolor="blue"|[[55,-159|•]]
|[[55,-158|•]]
+
|bgcolor="blue"|[[55,-158|•]]
 
|colspan="2"|
 
|colspan="2"|
|[[55,-155|•]]
+
|bgcolor="blue"|[[55,-155|•]]
 
|colspan="20"|
 
|colspan="20"|
|[[55,-134|•]]
+
|bgcolor="blue"|[[55,-134|•]]
|[[55,-133|•]]
+
|bgcolor="blue"|[[55,-133|•]]
|[[55,-132|•]]
+
|bgcolor="blue"|[[55,-132|•]]
|[[55,-131|•]]
+
|bgcolor="blue"|[[55,-131|•]]
|[[55,-130|•]]
+
|bgcolor="blue"|[[55,-130|•]]
 
|colspan="206"|
 
|colspan="206"|
 
|-
 
|-
 
|height = "15" colspan="21"|
 
|height = "15" colspan="21"|
|[[54,-166|•]]
+
|bgcolor="blue"|[[54,-166|•]]
|[[54,-165|•]]
+
|bgcolor="blue"|[[54,-165|•]]
|[[54,-164|•]]
+
|bgcolor="blue"|[[54,-164|•]]
|[[54,-163|•]]
+
|bgcolor="blue"|[[54,-163|•]]
|[[54,-162|•]]
+
|bgcolor="blue"|[[54,-162|•]]
|[[54,-161|•]]
+
|bgcolor="blue"|[[54,-161|•]]
|[[54,-160|•]]
+
|bgcolor="blue"|[[54,-160|•]]
|[[54,-159|•]]
+
|bgcolor="blue"|[[54,-159|•]]
 
|colspan="25"|
 
|colspan="25"|
|[[54,-133|•]]
+
|bgcolor="blue"|[[54,-133|•]]
|[[54,-132|•]]
+
|bgcolor="blue"|[[54,-132|•]]
|[[54,-131|•]]
+
|bgcolor="blue"|[[54,-131|•]]
|[[54,-130|•]]
+
|bgcolor="blue"|[[54,-130|•]]
 
|colspan="205"|
 
|colspan="205"|
 
|-
 
|-
|height = "15" |[[53,172|•]]
+
|bgcolor="blue" height = "15" |[[53,172|•]]
 
|colspan="17"|
 
|colspan="17"|
|[[53,-169|•]]
+
|bgcolor="blue"|[[53,-169|•]]
|[[53,-168|•]]
+
|bgcolor="blue"|[[53,-168|•]]
|[[53,-167|•]]
+
|bgcolor="blue"|[[53,-167|•]]
|[[53,-166|•]]
+
|bgcolor="blue"|[[53,-166|•]]
|[[53,-165|•]]
+
|bgcolor="blue"|[[53,-165|•]]
 
|colspan="31"|
 
|colspan="31"|
 
|colspan="203"|
 
|colspan="203"|
 
|-
 
|-
|height = "15" |[[52,172|•]]
+
|bgcolor="blue" height = "15" |[[52,172|•]]
|[[52,173|•]]
+
|bgcolor="blue"|[[52,173|•]]
|[[52,174|•]]
+
|bgcolor="blue"|[[52,174|•]]
|[[52,175|•]]
+
|bgcolor="blue"|[[52,175|•]]
 
|colspan="1"|
 
|colspan="1"|
|[[52,177|•]]
+
|bgcolor="blue"|[[52,177|•]]
|[[52,178|•]]
+
|bgcolor="blue"|[[52,178|•]]
|[[52,179|•]]
+
|bgcolor="blue"|[[52,179|•]]
 
|colspan="3"|
 
|colspan="3"|
|[[52,-176|•]]
+
|bgcolor="blue"|[[52,-176|•]]
|[[52,-175|•]]
+
|bgcolor="blue"|[[52,-175|•]]
|[[52,-174|•]]
+
|bgcolor="blue"|[[52,-174|•]]
|[[52,-173|•]]
+
|bgcolor="blue"|[[52,-173|•]]
|[[52,-172|•]]
+
|bgcolor="blue"|[[52,-172|•]]
|[[52,-171|•]]
+
|bgcolor="blue"|[[52,-171|•]]
|[[52,-170|•]]
+
|bgcolor="blue"|[[52,-170|•]]
|[[52,-169|•]]
+
|bgcolor="blue"|[[52,-169|•]]
|[[52,-168|•]]
+
|bgcolor="blue"|[[52,-168|•]]
 
|colspan="203"|
 
|colspan="203"|
 
|-
 
|-
Line 706: Line 706:
 
|colspan="1"|
 
|colspan="1"|
 
|colspan="1"|
 
|colspan="1"|
|[[47,-69|•]]
+
|bgcolor="yellow"|[[47,-69|•]]
|[[47,-68|•]]
+
|bgcolor="yellow"|[[47,-68|•]]
|[[47,-67|•]]
+
|bgcolor="yellow"|[[47,-67|•]]
 
|colspan="1"|
 
|colspan="1"|
 
|colspan="1"|
 
|colspan="1"|
Line 780: Line 780:
 
|colspan="1"|
 
|colspan="1"|
 
|colspan="1"|
 
|colspan="1"|
|[[46,-70|•]]
+
|bgcolor="yellow"|[[46,-70|•]]
|[[46,-69|•]]
+
|bgcolor="yellow"|[[46,-69|•]]
|[[46,-68|•]]
+
|bgcolor="yellow"|[[46,-68|•]]
|[[46,-67|•]]
+
|bgcolor="yellow"|[[46,-67|•]]
 
|colspan="1"|
 
|colspan="1"|
 
|colspan="1"|
 
|colspan="1"|
Line 853: Line 853:
 
|[[45,-73|•]]
 
|[[45,-73|•]]
 
|[[45,-72|•]]
 
|[[45,-72|•]]
|[[45,-71|•]]
+
|bgcolor="yellow"|[[45,-71|•]]
|[[45,-70|•]]
+
|bgcolor="yellow"|[[45,-70|•]]
|[[45,-69|•]]
+
|bgcolor="yellow"|[[45,-69|•]]
|[[45,-68|•]]
+
|bgcolor="yellow"|[[45,-68|•]]
|[[45,-67|•]]
+
|bgcolor="yellow"|[[45,-67|•]]
 
|colspan="1"|
 
|colspan="1"|
 
|colspan="1"|
 
|colspan="1"|
Line 922: Line 922:
 
|[[44,-73|•]]
 
|[[44,-73|•]]
 
|[[44,-72|•]]
 
|[[44,-72|•]]
|[[44,-71|•]]
+
|bgcolor="yellow"|[[44,-71|•]]
|[[44,-70|•]]
+
|bgcolor="yellow"|[[44,-70|•]]
|[[44,-69|•]]
+
|bgcolor="yellow"|[[44,-69|•]]
|[[44,-68|•]]
+
|bgcolor="yellow"|[[44,-68|•]]
|[[44,-67|•]]
+
|bgcolor="yellow"|[[44,-67|•]]
|[[44,-66|•]]
+
|bgcolor="yellow"|[[44,-66|•]]
 
|colspan="1"|
 
|colspan="1"|
 
|colspan="1"|
 
|colspan="1"|
Line 990: Line 990:
 
|[[43,-72|•]]
 
|[[43,-72|•]]
 
|[[43,-71|•]]
 
|[[43,-71|•]]
|[[43,-70|•]]
+
|bgcolor="yellow"|[[43,-70|•]]
|[[43,-69|•]]
+
|bgcolor="yellow"|[[43,-69|•]]
|[[43,-68|•]]
+
|bgcolor="yellow"|[[43,-68|•]]
 
|colspan="1"|
 
|colspan="1"|
 
|[[43,-66|•]]
 
|[[43,-66|•]]
Line 1,034: Line 1,034:
 
|[[42,-92|•]]
 
|[[42,-92|•]]
 
|[[42,-91|•]]
 
|[[42,-91|•]]
|[[42,-90|•]]
+
|bgcolor="gray"|[[42,-90|•]]
|[[42,-89|•]]
+
|bgcolor="gray"|[[42,-89|•]]
|[[42,-88|•]]
+
|bgcolor="gray"|[[42,-88|•]]
|[[42,-87|•]]
+
|bgcolor="gray"|[[42,-87|•]]
 
|[[42,-86|•]]
 
|[[42,-86|•]]
 
|[[42,-85|•]]
 
|[[42,-85|•]]
Line 1,044: Line 1,044:
 
|[[42,-82|•]]
 
|[[42,-82|•]]
 
|colspan="1"|
 
|colspan="1"|
|[[42,-80|•]]
+
|bgcolor="lime"|[[42,-80|•]]
|[[42,-79|•]]
+
|bgcolor="lime"|[[42,-79|•]]
 
|[[42,-78|•]]
 
|[[42,-78|•]]
 
|[[42,-77|•]]
 
|[[42,-77|•]]
Line 1,053: Line 1,053:
 
|[[42,-73|•]]
 
|[[42,-73|•]]
 
|[[42,-72|•]]
 
|[[42,-72|•]]
|[[42,-71|•]]
+
|bgcolor="magenta"|[[42,-71|•]]
|[[42,-70|•]]
+
|bgcolor="yellow"|[[42,-70|•]]
 
|colspan="18"|
 
|colspan="18"|
 
|-
 
|-
Line 1,091: Line 1,091:
 
|[[41,-93|•]]
 
|[[41,-93|•]]
 
|[[41,-92|•]]
 
|[[41,-92|•]]
|[[41,-91|•]]
+
|bgcolor="gray"|[[41,-91|•]]
|[[41,-90|•]]
+
|bgcolor="gray"|[[41,-90|•]]
|[[41,-89|•]]
+
|bgcolor="gray"|[[41,-89|•]]
|[[41,-88|•]]
+
|bgcolor="gray"|[[41,-88|•]]
|[[41,-87|•]]
+
|bgcolor="gray"|[[41,-87|•]]
 
|[[41,-86|•]]
 
|[[41,-86|•]]
 
|[[41,-85|•]]
 
|[[41,-85|•]]
Line 1,102: Line 1,102:
 
|[[41,-82|•]]
 
|[[41,-82|•]]
 
|[[41,-81|•]]
 
|[[41,-81|•]]
|[[41,-80|•]]
+
|bgcolor="lime"|[[41,-80|•]]
|[[41,-79|•]]
+
|bgcolor="lime"|[[41,-79|•]]
|[[41,-78|•]]
+
|bgcolor="lime"|[[41,-78|•]]
|[[41,-77|•]]
+
|bgcolor="lime"|[[41,-77|•]]
|[[41,-76|•]]
+
|bgcolor="lime"|[[41,-76|•]]
|[[41,-75|•]]
+
|bgcolor="lime"|[[41,-75|•]]
|[[41,-74|•]]
+
|bgcolor="lime"|[[41,-74|•]]
 
|[[41,-73|•]]
 
|[[41,-73|•]]
 
|[[41,-72|•]]
 
|[[41,-72|•]]
|[[41,-71|•]]
+
|bgcolor="magenta"|[[41,-71|•]]
 
|[[41,-70|•]]
 
|[[41,-70|•]]
 
|[[41,-69|•]]
 
|[[41,-69|•]]
Line 1,150: Line 1,150:
 
|[[40,-93|•]]
 
|[[40,-93|•]]
 
|[[40,-92|•]]
 
|[[40,-92|•]]
|[[40,-91|•]]
+
|bgcolor="gray"|[[40,-91|•]]
|[[40,-90|•]]
+
|bgcolor="gray"|[[40,-90|•]]
|[[40,-89|•]]
+
|bgcolor="gray"|[[40,-89|•]]
|[[40,-88|•]]
+
|bgcolor="gray"|[[40,-88|•]]
|[[40,-87|•]]
+
|bgcolor="gray"|[[40,-87|•]]
 
|[[40,-86|•]]
 
|[[40,-86|•]]
 
|[[40,-85|•]]
 
|[[40,-85|•]]
Line 1,161: Line 1,161:
 
|[[40,-82|•]]
 
|[[40,-82|•]]
 
|[[40,-81|•]]
 
|[[40,-81|•]]
|[[40,-80|•]]
+
|bgcolor="lime"|[[40,-80|•]]
|[[40,-79|•]]
+
|bgcolor="lime"|[[40,-79|•]]
|[[40,-78|•]]
+
|bgcolor="lime"|[[40,-78|•]]
|[[40,-77|•]]
+
|bgcolor="lime"|[[40,-77|•]]
|[[40,-76|•]]
+
|bgcolor="lime"|[[40,-76|•]]
|[[40,-75|•]]
+
|bgcolor="lime"|[[40,-75|•]]
|[[40,-74|•]]
+
|bgcolor="lime"|[[40,-74|•]]
 
|[[40,-73|•]]
 
|[[40,-73|•]]
 
|[[40,-72|•]]
 
|[[40,-72|•]]
Line 1,206: Line 1,206:
 
|[[39,-93|•]]
 
|[[39,-93|•]]
 
|[[39,-92|•]]
 
|[[39,-92|•]]
|[[39,-91|•]]
+
|bgcolor="gray"|[[39,-91|•]]
|[[39,-90|•]]
+
|bgcolor="gray"|[[39,-90|•]]
|[[39,-89|•]]
+
|bgcolor="gray"|[[39,-89|•]]
|[[39,-88|•]]
+
|bgcolor="gray"|[[39,-88|•]]
|[[39,-87|•]]
+
|bgcolor="gray"|[[39,-87|•]]
 
|[[39,-86|•]]
 
|[[39,-86|•]]
 
|[[39,-85|•]]
 
|[[39,-85|•]]
Line 1,217: Line 1,217:
 
|[[39,-82|•]]
 
|[[39,-82|•]]
 
|[[39,-81|•]]
 
|[[39,-81|•]]
|[[39,-80|•]]
+
|bgcolor="lime"|[[39,-80|•]]
|[[39,-79|•]]
+
|bgcolor="lime"|[[39,-79|•]]
|[[39,-78|•]]
+
|bgcolor="lime"|[[39,-78|•]]
|[[39,-77|•]]
+
|bgcolor="lime"|[[39,-77|•]]
|[[39,-76|•]]
+
|bgcolor="lime"|[[39,-76|•]]
|[[39,-75|•]]
+
|bgcolor="lime"|[[39,-75|•]]
 
|[[39,-74|•]]
 
|[[39,-74|•]]
 
|colspan="22"|
 
|colspan="22"|
Line 1,260: Line 1,260:
 
|[[38,-92|•]]
 
|[[38,-92|•]]
 
|[[38,-91|•]]
 
|[[38,-91|•]]
|[[38,-90|•]]
+
|bgcolor="gray"|[[38,-90|•]]
|[[38,-89|•]]
+
|bgcolor="gray"|[[38,-89|•]]
|[[38,-88|•]]
+
|bgcolor="gray"|[[38,-88|•]]
|[[38,-87|•]]
+
|bgcolor="gray"|[[38,-87|•]]
 
|[[38,-86|•]]
 
|[[38,-86|•]]
 
|[[38,-85|•]]
 
|[[38,-85|•]]
Line 1,273: Line 1,273:
 
|[[38,-79|•]]
 
|[[38,-79|•]]
 
|[[38,-78|•]]
 
|[[38,-78|•]]
|[[38,-77|•]]
+
|bgcolor="maroon"|[[38,-77|•]]
|[[38,-76|•]]
+
|bgcolor="maroon"|[[38,-76|•]]
 
|[[38,-75|•]]
 
|[[38,-75|•]]
 
|[[38,-74|•]]
 
|[[38,-74|•]]
Line 1,314: Line 1,314:
 
|[[37,-91|•]]
 
|[[37,-91|•]]
 
|[[37,-90|•]]
 
|[[37,-90|•]]
|[[37,-89|•]]
+
|bgcolor="gray"|[[37,-89|•]]
|[[37,-88|•]]
+
|bgcolor="gray"|[[37,-88|•]]
 
|[[37,-87|•]]
 
|[[37,-87|•]]
 
|[[37,-86|•]]
 
|[[37,-86|•]]
Line 1,338: Line 1,338:
 
|[[36,-116|•]]
 
|[[36,-116|•]]
 
|[[36,-115|•]]
 
|[[36,-115|•]]
|[[36,-114|•]]
+
|bgcolor="cyan"|[[36,-114|•]]
|[[36,-113|•]]
+
|bgcolor="cyan"|[[36,-113|•]]
|[[36,-112|•]]
+
|bgcolor="cyan"|[[36,-112|•]]
|[[36,-111|•]]
+
|bgcolor="cyan"|[[36,-111|•]]
|[[36,-110|•]]
+
|bgcolor="cyan"|[[36,-110|•]]
|[[36,-109|•]]
+
|bgcolor="cyan"|[[36,-109|•]]
 
|[[36,-108|•]]
 
|[[36,-108|•]]
 
|[[36,-107|•]]
 
|[[36,-107|•]]
Line 1,363: Line 1,363:
 
|[[36,-91|•]]
 
|[[36,-91|•]]
 
|[[36,-90|•]]
 
|[[36,-90|•]]
|[[36,-89|•]]
+
|bgcolor="gray"|[[36,-89|•]]
 
|[[36,-88|•]]
 
|[[36,-88|•]]
 
|[[36,-87|•]]
 
|[[36,-87|•]]
Line 1,370: Line 1,370:
 
|[[36,-84|•]]
 
|[[36,-84|•]]
 
|[[36,-83|•]]
 
|[[36,-83|•]]
|[[36,-82|•]]
+
|bgcolor="green"|[[36,-82|•]]
|[[36,-81|•]]
+
|bgcolor="green"|[[36,-81|•]]
|[[36,-80|•]]
+
|bgcolor="green"|[[36,-80|•]]
|[[36,-79|•]]
+
|bgcolor="green"|[[36,-79|•]]
|[[36,-78|•]]
+
|bgcolor="green"|[[36,-78|•]]
|[[36,-77|•]]
+
|bgcolor="green"|[[36,-77|•]]
|[[36,-76|•]]
+
|bgcolor="green"|[[36,-76|•]]
|[[36,-75|•]]
+
|bgcolor="green"|[[36,-75|•]]
 
|colspan="23"|
 
|colspan="23"|
 
|-
 
|-
Line 1,388: Line 1,388:
 
|[[35,-116|•]]
 
|[[35,-116|•]]
 
|[[35,-115|•]]
 
|[[35,-115|•]]
|[[35,-114|•]]
+
|bgcolor="cyan"|[[35,-114|•]]
|[[35,-113|•]]
+
|bgcolor="cyan"|[[35,-113|•]]
|[[35,-112|•]]
+
|bgcolor="cyan"|[[35,-112|•]]
|[[35,-111|•]]
+
|bgcolor="cyan"|[[35,-111|•]]
|[[35,-110|•]]
+
|bgcolor="cyan"|[[35,-110|•]]
|[[35,-109|•]]
+
|bgcolor="cyan"|[[35,-109|•]]
 
|[[35,-108|•]]
 
|[[35,-108|•]]
 
|[[35,-107|•]]
 
|[[35,-107|•]]
Line 1,418: Line 1,418:
 
|[[35,-86|•]]
 
|[[35,-86|•]]
 
|[[35,-85|•]]
 
|[[35,-85|•]]
|[[35,-84|•]]
+
|bgcolor="green"|[[35,-84|•]]
|[[35,-83|•]]
+
|bgcolor="green"|[[35,-83|•]]
|[[35,-82|•]]
+
|bgcolor="green"|[[35,-82|•]]
|[[35,-81|•]]
+
|bgcolor="green"|[[35,-81|•]]
|[[35,-80|•]]
+
|bgcolor="green"|[[35,-80|•]]
|[[35,-79|•]]
+
|bgcolor="green"|[[35,-79|•]]
|[[35,-78|•]]
+
|bgcolor="green"|[[35,-78|•]]
|[[35,-77|•]]
+
|bgcolor="green"|[[35,-77|•]]
|[[35,-76|•]]
+
|bgcolor="green"|[[35,-76|•]]
|[[35,-75|•]]
+
|bgcolor="green"|[[35,-75|•]]
 
|colspan="23"|
 
|colspan="23"|
 
|-
 
|-
Line 1,437: Line 1,437:
 
|[[34,-116|•]]
 
|[[34,-116|•]]
 
|[[34,-115|•]]
 
|[[34,-115|•]]
|[[34,-114|•]]
+
|bgcolor="cyan"|[[34,-114|•]]
|[[34,-113|•]]
+
|bgcolor="cyan"|[[34,-113|•]]
|[[34,-112|•]]
+
|bgcolor="cyan"|[[34,-112|•]]
|[[34,-111|•]]
+
|bgcolor="cyan"|[[34,-111|•]]
|[[34,-110|•]]
+
|bgcolor="cyan"|[[34,-110|•]]
|[[34,-109|•]]
+
|bgcolor="cyan"|[[34,-109|•]]
 
|[[34,-108|•]]
 
|[[34,-108|•]]
 
|[[34,-107|•]]
 
|[[34,-107|•]]
Line 1,471: Line 1,471:
 
|[[34,-82|•]]
 
|[[34,-82|•]]
 
|[[34,-81|•]]
 
|[[34,-81|•]]
|[[34,-80|•]]
+
|bgcolor="green"|[[34,-80|•]]
|[[34,-79|•]]
+
|bgcolor="green"|[[34,-79|•]]
|[[34,-78|•]]
+
|bgcolor="green"|[[34,-78|•]]
|[[34,-77|•]]
+
|bgcolor="green"|[[34,-77|•]]
|[[34,-76|•]]
+
|bgcolor="green"|[[34,-76|•]]
 
|colspan="24"|
 
|colspan="24"|
 
|-
 
|-
Line 1,485: Line 1,485:
 
|[[33,-116|•]]
 
|[[33,-116|•]]
 
|[[33,-115|•]]
 
|[[33,-115|•]]
|[[33,-114|•]]
+
|bgcolor="cyan"|[[33,-114|•]]
|[[33,-113|•]]
+
|bgcolor="cyan"|[[33,-113|•]]
|[[33,-112|•]]
+
|bgcolor="cyan"|[[33,-112|•]]
|[[33,-111|•]]
+
|bgcolor="cyan"|[[33,-111|•]]
|[[33,-110|•]]
+
|bgcolor="cyan"|[[33,-110|•]]
|[[33,-109|•]]
+
|bgcolor="cyan"|[[33,-109|•]]
 
|[[33,-108|•]]
 
|[[33,-108|•]]
 
|[[33,-107|•]]
 
|[[33,-107|•]]
Line 1,521: Line 1,521:
 
|[[33,-80|•]]
 
|[[33,-80|•]]
 
|[[33,-79|•]]
 
|[[33,-79|•]]
|[[33,-78|•]]
+
|bgcolor="green"|[[33,-78|•]]
|[[33,-77|•]]
+
|bgcolor="green"|[[33,-77|•]]
 
|colspan="25"|
 
|colspan="25"|
 
|-
 
|-
Line 1,530: Line 1,530:
 
|[[32,-116|•]]
 
|[[32,-116|•]]
 
|[[32,-115|•]]
 
|[[32,-115|•]]
|[[32,-114|•]]
+
|bgcolor="cyan"|[[32,-114|•]]
|[[32,-113|•]]
+
|bgcolor="cyan"|[[32,-113|•]]
|[[32,-112|•]]
+
|bgcolor="cyan"|[[32,-112|•]]
|[[32,-111|•]]
+
|bgcolor="cyan"|[[32,-111|•]]
|[[32,-110|•]]
+
|bgcolor="cyan"|[[32,-110|•]]
|[[32,-109|•]]
+
|bgcolor="cyan"|[[32,-109|•]]
 
|[[32,-108|•]]
 
|[[32,-108|•]]
 
|[[32,-107|•]]
 
|[[32,-107|•]]
Line 1,574: Line 1,574:
 
|colspan="1"|
 
|colspan="1"|
 
|colspan="1"|
 
|colspan="1"|
|[[31,-113|•]]
+
|bgcolor="cyan"|[[31,-113|•]]
|[[31,-112|•]]
+
|bgcolor="cyan"|[[31,-112|•]]
|[[31,-111|•]]
+
|bgcolor="cyan"|[[31,-111|•]]
|[[31,-110|•]]
+
|bgcolor="cyan"|[[31,-110|•]]
|[[31,-109|•]]
+
|bgcolor="cyan"|[[31,-109|•]]
 
|[[31,-108|•]]
 
|[[31,-108|•]]
 
|[[31,-107|•]]
 
|[[31,-107|•]]
Line 1,835: Line 1,835:
 
|colspan="22"|
 
|colspan="22"|
 
|-
 
|-
 +
|}
 +
 +
 +
{|
 +
|-
 +
|bgcolor="blue"|[[•]]
 +
|Alaska
 +
|-
 +
|bgcolor="cyan"|[[•]]
 +
|Arizona
 +
|-
 +
|bgcolor="gray"|[[•]]
 +
|Illinois
 +
|-
 +
|bgcolor="green"|[[•]]
 +
|North Carolina
 +
|-
 +
|bgcolor="lime"|[[•]]
 +
|Pennsylvania
 +
|-
 +
|bgcolor="magenta"|[[•]]
 +
|Rhode Island
 +
|-
 +
|bgcolor="maroon"|[[•]]
 +
|DC
 +
|-
 +
|bgcolor="yellow"|[[•]]
 +
|Maine
 
|}
 
|}

Latest revision as of 11:21, 14 November 2008

The Map 1


Alaska
Arizona
Illinois
North Carolina
Pennsylvania
Rhode Island
DC
Maine